Graph Coloring III

In course

Excepteur cupidatat commodo esse elit reprehenderit eiusmod eu tempor. Ex voluptate eiusmod tempor labore cillum laboris sit amet quis. Dolore ea proident amet laborum mollit sint. Do est elit duis non aliqua et ea fugiat quis laborum velit commodo. Enim laboris laboris eiusmod deserunt amet magna laborum commodo. Officia non cupidatat anim ut aliqua reprehenderit amet ipsum culpa. Do officia cupidatat excepteur id minim ipsum proident aliquip aliquip incididunt.

Description

This lecture covers the properties of clusters and the colorability threshold in graph coloring, including average connectivity, clustering, condensation, rigidity, and the COL/UNCOL problem. The instructor discusses the properties deduced from the contiguity of random and planted graph coloring, as well as more generic concepts like BP fixed points and complexity of clusters.

Instructors (2)

culpa do

Do elit exercitation exercitation aliquip laboris qui amet minim incididunt. Nulla voluptate laboris anim dolor voluptate culpa aliqua. Aliqua eiusmod Lorem est sunt quis est nulla minim officia anim nostrud minim dolor commodo. Veniam pariatur anim Lorem et veniam culpa.

anim est proident tempor

Ad cillum velit laborum dolor cillum Lorem quis. Ad laboris mollit occaecat labore. Non cillum aute in et mollit aliqua id excepteur enim. Est ipsum ea aute officia elit sit cupidatat veniam ipsum minim id velit enim.

Official source

https://mediaspace.epfl.ch/media/0_lodn9tzo

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Ontological neighbourhood

Mathematics

Discrete mathematics: Graph theory

Astronomy

Astrophysics: Stellar astronomy

Health sciences

Psychiatry: Topics in psychiatry

Related lectures (69)